早教吧作业答案频道 -->英语-->
我有几个so的运用公式,麻烦大虾给例句,100%有奖励!so+形容词+a/an+单数可数名词+that从句so+形/副+that从句so+many/few+复数可数名词+that从句so+much/little+不可数名词+that从句
题目详情
我有几个so的运用公式,麻烦大虾给例句,100%有奖励!
so+形容词+a/an+单数可数名词+that从句
so+形/副+that从句
so+many/few+复数可数名词+that从句
so+much/little+不可数名词+that从句
so+形容词+a/an+单数可数名词+that从句
so+形/副+that从句
so+many/few+复数可数名词+that从句
so+much/little+不可数名词+that从句
▼优质解答
答案和解析
so+形容词+a/an+单数可数名词+that从句It's so delicious an apple that I can't keep my mouth from it.
so+形/副+that从句
The boy is so weak that he can't even lift the box.
so+many/few+复数可数名词+that从句
There are so many people here during this time that the police are having a problem with them.
so+much/little+不可数名词+that从句
So little butter is left in the fridge that I'm not able to cook with it.
so+形/副+that从句
The boy is so weak that he can't even lift the box.
so+many/few+复数可数名词+that从句
There are so many people here during this time that the police are having a problem with them.
so+much/little+不可数名词+that从句
So little butter is left in the fridge that I'm not able to cook with it.
看了 我有几个so的运用公式,麻烦...的网友还看了以下：
复数,或者复频域,拉氏变换,e^2t为复频域s=2,sin(t)为复频域s=j1,问cos(t)= 2020-05-13 …
已知复平面上三点A、B、C分别对应复数为z1、z2、z3,且z1的模等于2,z2为z1的共轭复数, 2020-08-01 …
设关于x的方程x^2+(t²+3t+tx)i=0有纯虚数根,求实数t的值我有2种做法,有一种不知道 2020-08-01 …
已知复数z1=2t-t2+（t2+7t-7）i，z2=2-t+（3t2-1）i（t为实数，i为虚数 2020-08-01 …
关于函数的证明题如何证明满足x(m-n)=x(n)x(m)并且x(-m)=x^(m)的函数一定是形 2020-08-02 …
复变函数：z1到z2直线段的参数方程可以写成z=z1+t(z2-z1),(0=1).t的复变函数： 2020-08-02 …
看电视(英文)teacher(复数)tomatol(复数)can‘t(完整形式)SePte看电视(英 2020-10-29 …
已知z＝t＋3＋3根号3i，其中t属于复数。且（t＋3)/(t-3)为纯虚数，求：已知z＝t＋3＋3 2020-11-01 …
如何用复数形式的方程表示一条平面曲线?还有如何从复数形式的方程来确定其所表示的平面曲线最好举几个例子 2020-11-24 …
athletes(运动员复数)的读法?名词复数读法一共有两种说法:一、末尾是元音字母复数(加s)时s 2020-12-04 …